Symbol Entities dalam HTML dan XHTML

Symbol Entities dalam HTML dan XHTML

HTML

berikut ini adalah kode untuk symbol dalam penulisan hltm dan xhtml yang tentunya lebih baik di gunakan di bandingkan menuliskan kode secara langsung dan untuk menghasilkan kode HTML yang baik dan benar.


Kode HTML
Kode Nomor HTML Kode Nama HTML Karakter/Simbol Deskripsi
  Spasi
! ! Tanda seru
" " " Kutip ganda
# # Simbol pagar
$ $ Simbol dollar
% % Simbol persen
& & & Simbol dan
' ' Kutip satu
( ( Kurung buka
) ) Kurung tutup
* * Tanda bintang
+ + Tanda tambah
, , Tanda koma
- - Tanda kurang
. . Tanda titik
/ / Garis miring
0 0 Nol
1 1 Satu
2 2 Dua
3 3 Tiga
4 4 Empat
5 5 Lima
6 6 Enam
7 7 Tujuh
8 8 Delapan
9 9 Sembilan
: : Titik dua
&#59; ; Titik koma
&#60; &lt; < Kurang dari
&#61; = Sama dengan
&#62; &gt; > Lebih dari
&#63; ? Tanda tanya
&#64; @ Simbol [at]
&#65; A
&#66; B
&#67; C
&#68; D
&#69; E
&#70; F
&#71; G
&#72; H
&#73; I
&#74; J
&#75; K
&#76; L
&#77; M
&#78; N
&#79; O
&#80; P
&#81; Q
&#82; R
&#83; S
&#84; T
&#85; U
&#86; V
&#87; W
&#88; X
&#89; Y
&#90; Z
&#91; [ Kurung siku buka
&#92; \ Garis miring terbalik/backslash
&#93; ] Kurung siku tutup
&#94; ^ Tanda sisipan/sirkumfleksa
&#95; _ Garis bawah
&#96; ` Tanda petik
&#97; a
&#98; b
&#99; c
&#100; d
&#101; e
&#102; f
&#103; g
&#104; h
&#105; i
&#106; j
&#107; k
&#108; l
&#109; m
&#110; n
&#111; o
&#112; p
&#113; q
&#114; r
&#115; s
&#116; t
&#117; u
&#118; v
&#119; w
&#120; x
&#121; y
&#122; z
&#123; { Kurung kurawal buka
&#124; | Garis tegak/pipe
&#125; } Kurung kurawal tutup
&#126; ~ Simbol ekuivalen
&#160; &nbsp; Non-breaking space
&#161; &iexcl; ¡ Tanda seru terbalik
&#162; &cent; ¢ Simbol sen
&#163; &pound; £ Simbol pondsterling
&#164; &curren; ¤ Simbol mata uang
&#165; &yen; ¥ Simbol yen
&#166; &brvbar; ¦ Garis tegak terputus
&#167; &sect; § Simbol bagian/seksi
&#168; &uml; ¨ Titik dua di atas huruf vokal
&#169; &copy; © Simbol hak cipta (Copyright)
&#170; &ordf; ª Indikator ordinal feminin
&#171; &laquo; « Panah kiri ganda
&#172; &not; ¬ Simbol bukan
&#173; &shy; ­ Tanda penghubung halus
&#174; &reg; ® Simbol merek dagang terdaftar (Registered trademark)
&#175; &macr; ¯ Garis atas
&#176; &deg; ° Simbol derajat
&#177; &plusmn; ± Simbol lebih kurang
&#178; &sup2; ² Pangkat dua, kuadrat, persegi
&#179; &sup3; ³ Pangkat tiga, kubik
&#180; &acute; ´ Aksen akut
&#181; &micro; µ Simbol mikro
&#182; &para; Simbol pilcrow, simbol paragraf
&#183; &middot; · Titik tengah, koma Georgia
&#184; &cedil; ¸ Spasi cedilla
&#185; &sup1; ¹ Pangkat satu
&#186; &ordm; º Indikator ordinal maskulin
&#187; &raquo; » Panah kanan ganda
&#188; &frac14; ¼ Satu per empat
&#189; &frac12; ½ Satu per dua, setengah
&#190; &frac34; ¾ Tiga per empat
&#191; &iquest; ¿ Tanda tanya terbalik
&#192; &Agrave; À
&#193; &Aacute; Á
&#194; &Acirc; Â
&#195; &Atilde; Ã
&#196; &Auml; Ä
&#197; &Aring; Å
&#198; &AElig; Æ
&#199; &Ccedil; Ç
&#200; &Egrave; È
&#201; &Eacute; É
&#202; &Ecirc; Ê
&#203; &Euml; Ë
&#204; &Igrave; Ì
&#205; &Iacute; Í
&#206; &Icirc; Î
&#207; &Iuml; Ï
&#208; &ETH; Ð
&#209; &Ntilde; Ñ
&#210; &Ograve; Ò
&#211; &Oacute; Ó
&#212; &Ocirc; Ô
&#213; &Otilde; Õ
&#214; &Ouml; Ö
&#215; &times; × Simbol perkalian
&#216; &Oslash; Ø
&#217; &Ugrave; Ù
&#218; &Uacute; Ú
&#219; &Ucirc; Û
&#220; &Uuml; Ü
&#221; &Yacute; Ý
&#222; &THORN; Þ
&#223; &szlig; ß
&#224; &agrave; à
&#225; &aacute; á
&#226; &acirc; â
&#227; &atilde; ã
&#228; &auml; ä
&#229; &aring; å
&#230; &aelig; æ
&#231; &ccedil; ç
&#232; &egrave; è
&#233; &eacute; é
&#234; &ecirc; ê
&#235; &euml; ë
&#236; &igrave; ì
&#237; &iacute; í
&#238; &icirc; î
&#239; &iuml; ï
&#240; &eth; ð
&#241; &ntilde; ñ
&#242; &ograve; ò
&#243; &oacute; ó
&#244; &ocirc; ô
&#245; &otilde; õ
&#246; &ouml; ö
&#247; &divide; ÷ Simbol pembagian
&#248; &oslash; ø
&#249; &ugrave; ù
&#250; &uacute; ú
&#251; &ucirc; û
&#252; &uuml; ü
&#253; &yacute; ý
&#254; &thorn; þ
&#255; &yuml; ÿ
&#338; &OElig; Œ
&#339; &oelig; œ
&#352; &Scaron; Š
&#353; &scaron; š
&#376; &Yuml; Ÿ
&#402; &fnof; ƒ
&#710; &circ; ˆ
&#732; &tilde; ˜
&#913; &Alpha; Α Alpha
&#914; &Beta; Β Beta
&#915; &Gamma; Γ Gamma
&#916; &Delta; Δ Delta
&#917; &Epsilon; Ε Epsilon
&#918; &Zeta; Ζ Zeta
&#919; &Eta; Η Eta
&#920; &Theta; Θ Theta
&#921; &Iota; Ι Iota
&#922; &Kappa; Κ Kappa
&#923; &Lambda; Λ Lambda
&#924; &Mu; Μ Mu
&#925; &Nu; Ν Nu
&#926; &Xi; Ξ Xi
&#927; &Omicron; Ο Omicron
&#928; &Pi; Π Pi
&#929; &Rho; Ρ Rho
&#931; &Sigma; Σ Sigma
&#932; &Tau; Τ Tau
&#933; &Upsilon; Υ Upsilon
&#934; &Phi; Φ Phi
&#935; &Chi; Χ Chi
&#936; &Psi; Ψ Psi
&#937; &Omega; Ω Omega
&#945; &alpha; α alpha
&#946; &beta; β beta
&#947; &gamma; γ gamma
&#948; &delta; δ delta
&#949; &epsilon; ε epsilon
&#950; &zeta; ζ zeta
&#951; &eta; η eta
&#952; &theta; θ theta
&#953; &iota; ι iota
&#954; &kappa; κ kappa
&#955; &lambda; λ lambda
&#956; &mu; μ mu
&#957; &nu; ν nu
&#958; &xi; ξ xi
&#959; &omicron; ο omicron
&#960; &pi; π pi
&#961; &rho; ρ rho
&#962; &sigmaf; ς sigmaf
&#963; &sigma; σ sigma
&#964; &tau; τ tau
&#965; &upsilon; υ upsilon
&#966; &phi; φ phi
&#967; &chi; χ chi
&#968; &psi; ψ psi
&#969; &omega; ω omega
&#977; &thetasym; ϑ Simbol theta
&#978; &upsih; ϒ Simbol upsilon
&#982; &piv; ϖ Simbol pi
&#8194; &ensp;   Spasi en
&#8195; &emsp;   Spasi em
&#8201; &thinsp;   Spasi tipis
&#8204; &zwnj; ‌ Zero width non-joiner
&#8205; &zwj; ‍ Zero width joiner
&#8206; &lrm; ‎ Tanda kiri ke kanan
&#8207; &rlm; ‏ Tanda kanan ke kiri
&#8211; &ndash; – Garis en
&#8212; &mdash; — Garis em
&#8216; &lsquo; ‘ Kutip kiri tunggal
&#8217; &rsquo; ’ Kutip kanan tunggal
&#8218; &sbquo; ‚ Kutip rendah tunggal
&#8220; &ldquo; “ Kutip kiri ganda
&#8221; &rdquo; ” Kutip kanan ganda
&#8222; &bdquo; „ Kutip rendah ganda
&#8224; &dagger; † Salib
&#8225; &Dagger; ‡ Salib ganda
&#8226; &bull; • Peluru
&#8230; &hellip; … Ellipsis horisontal
&#8240; &permil; ‰ Per mil
&#8242; &prime; ′ Menit
&#8243; &Prime; ″ Detik
&#8249; &lsaquo; ‹ Panah kiri tunggal
&#8250; &rsaquo; › Panah kanan tunggal
&#8254; &oline; ‾ Garis atas
&#8364; &euro; € Simbol Euro
&#8482; &trade; ™ Merek dagang
&#8592; &larr; ← Panah kiri
&#8593; &uarr; ↑ Panah atas
&#8594; &rarr; → Panah kanan
&#8595; &darr; ↓ Panah bawah
&#8596; &harr; ↔ Panah kiri kanan
&#8629; &crarr; ↵ Simbol Enter/Carriage return
&#8704; &forall; ∀
&#8706; &part; ∂
&#8707; &exist; ∃
&#8709; &empty; ∅
&#8711; &nabla; ∇
&#8712; &isin; ∈
&#8713; &notin; ∉
&#8715; &ni; ∋
&#8719; &prod; ∏
&#8721; &sum; ∑
&#8722; &minus; −
&#8727; &lowast; ∗
&#8730; &radic; √
&#8733; &prop; ∝
&#8734; &infin; ∞
&#8736; &ang; ∠
&#8743; &and; ∧
&#8744; &or; ∨
&#8745; &cap; ∩
&#8746; &cup; ∪
&#8747; &int; ∫
&#8756; &there4; ∴
&#8764; &sim; ∼
&#8773; &cong; ≅
&#8776; &asymp; ≈
&#8800; &ne; ≠
&#8801; &equiv; ≡
&#8804; &le; ≤
&#8805; &ge; ≥
&#8834; &sub; ⊂
&#8835; &sup; ⊃
&#8836; &nsub; ⊄
&#8838; &sube; ⊆
&#8839; &supe; ⊇
&#8853; &oplus; ⊕
&#8855; &otimes; ⊗
&#8869; &perp; ⊥
&#8901; &sdot; ⋅
&#8968; &lceil; ⌈
&#8969; &rceil; ⌉
&#8970; &lfloor; ⌊
&#8971; &rfloor; ⌋
&#9674; &loz; ◊
&#9824; &spades; ♠
&#9827; &clubs; ♣
&#9829; &hearts; ♥
&#9830; &diams; ♦


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